Posted
by
CmdrTaco
on Monday May 18, 2009 @11:30AM
from the wave-while-you're-up-there dept.

An anonymous reader writes "Astronauts John Grunsfield and Andrew Feustel began the fifth and final spacewalk of their Hubble Space Telescope repair mission this morning at 8:20AM. During their spacewalk the two will install the second battery group replacement in an equipment bay above the Wide Field Camera 2 and next to the compartment where the first battery set was installed on the second spacewalk. Each of the battery module weighs 460 pounds and contains three batteries. The batteries provide electrical power to support Hubble's operations during the night when there's no sun to power the solar arrays."

Did you click the link? No one uses slugs. Pounds are commonly used to express mass as well as force (weight).

Since there is a mass version of the pound, and it is defined in terms of kilos the conversions actually work perfectly in any (or no) gravitational field. (Though the conversion factor is exactly 2.20462262, not 2.2.)

Seriously, click the link.

Don't get me wrong in all of this. I advocate the metric system. But I don't understand the seemingly willful misunderstanding of the modern imperial system.

Only briefly. Once you hit terminal velocity, there is no longer any sensation of falling (no acceleration). For the vast majority of your dive, you "weigh" the same as you do on the ground. Instead of being held up by the floor or a piece of furniture, you are held up by a (relative to you) fast-moving updraft.

If there is no contact with any surface to provide such an opposing force then there is no sensation of weight (no apparent weight). This happens in free-fall, as experienced by sky-divers (until they approach terminal velocity) and astronauts in orbit, who feel "weightlessness" even though their bodies are still subject to the force of gravity: they're just no longer resisting it. The experience of having no apparent weight is also known as microgravity.

I wasn't confusing mass with weight, but you still need to exert force to support an object in a gravitational field, and the measure of that force is its weight. The fact that we're in free fall and the object is weightless relative to us doesn't change that.

The "mass pound" and "weight pound" may be equal at sea level in a certain location or whatever, but probably not equal at any other gravitational potential

There's no "may" about it. For the Math to work they can only be equal at exactly 1G. The thing is, we never really use the "weight pound" in practice. I mean, if someone asks you what you weigh do you ask for a reference altitude (or gravitational force)? Absurd.

Put it this weigh (yuk-yuk), if you want to buy a pound of bananas, are you looking for half a kilo of bananas? Or four and a half newtons of bananas?